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Professor Andreas Kyprianou

Grants

(PI) = principal investigator, (Co-I) = Co-investigator.

*EPSRC funding quoted at 80% of FEC

  • 2022 (PI): EPSRC* programme grant circa £6M Mathematical Theory of Radiation Transport: Nuclear Technology Frontiers (MaThRad) with 7 other Co-Is. Additional funds from industry, Universities of Warwick, Bath and Cambridge include 11 PhD scholarships (estimated circa. £800K).
  • 2020 (Co-I): EPSRC* GCRF, circa £130K. “Building capacity to tackle global development challenges through mathematical sciences research” with Julian Faraway, Theresa Smith, Susie Douglas (Bath), Otogonbayar Uuye (National University of Mongolia)
  • 2020 (PI): EPSRC*, circa £444K. “Random fragmentation-coalescence processes out of equilibrium” with Tim Rogers (Bath)
  • 2019 (PI): EPSRC, circa £5.2M. Centre for Doctoral Training: Statistical Applied Mathematics (SAMBa 2.0). Additional funds from industrial partners and University of Bath to make a total project value of circa £10M, with Co-I Paul Milewski
  • 2018 (PI): Royal Society Wolfson Merit Award circa £50K.
  • 2017 (Co-I): Royal Society, Newton International Postdoctoral Fellowship circa £100K with Sandra Palau
  • 2017 (PI): EPSRC* circa £442K. “Stochastic analysis of the neutron transport equation and applications to nuclear safety” with Alex Cox and Simon Harris
  • 2015 (Co-I): Royal Society Advanced Newton International Fellowship circa £81K with Juan Carlos Pardo (CIMAT)
  • 2014 (PI): EPSRC, circa £3.9M. Centre for Doctoral Training: Statistical Applied Mathematics. Additional funds from industrial partners and University of Bath to make a total project value of circa £7M, with Co-Is Paul Milewski and Simon Wood
  • 2014 (PI): EPSRC*, circa £291K. “Real-valued self-similar Markov processes and their applications”
  • 2014 (PI): EPSRC*, circa £79K. “Self-similarity and stable processes”
  • 2012 (Co-I): Royal Society, circa £100K. Named Newton International Postdoctoral Fellowship (Albert Ferreiro Castilla)
  • 2006 (PI): EPSRC*, circa £142K. “Lévy processes, optimal stopping problems and stochastic games”
  • 2001 (PI): NWO (Dutch Scientific Research Council), circa €200K. “Lévy processes: pure and applied problems”